Thomas R, Thieffry D, Kaufman M
Laboratoire de Génétique, Université Libre de Bruxelles, Rhode Saint Genèse, Belgium.
Bull Math Biol. 1995 Mar;57(2):247-76. doi: 10.1007/BF02460618.
In the field of biological regulation, models dictated by experimental work are usually complex networks comprising intertwined feedback loops. In this paper the biological roles of individual positive loops (multistationarity, differentiation) and negative loops (homeostasis, with or without oscillations, buffering of gene dosage effect) are discussed. The relationship between feedback loops and steady states is then clarified, and the problem: "How can one conveniently disentangle complex networks?" is then considered. Initiated long ago, logical descriptions have been generalized from various viewpoints; these developments are briefly discussed. The recent concept of the loop-characteristic state, defined as the logical state located at the level of the thresholds involved in the loop, together with its application, are then presented. Biological applications are also discussed.
在生物调节领域,由实验工作主导的模型通常是由相互交织的反馈回路组成的复杂网络。本文讨论了单个正反馈回路(多稳态、分化)和负反馈回路(稳态,有或无振荡,基因剂量效应的缓冲)的生物学作用。接着阐明了反馈回路与稳态之间的关系,然后考虑了“如何方便地解开复杂网络?”这一问题。逻辑描述早在很久以前就已开始,已从各种观点进行了推广;简要讨论了这些进展。然后介绍了回路特征状态的最新概念,该状态被定义为位于回路所涉及阈值水平的逻辑状态及其应用。还讨论了生物学应用。